建立除了微積分以外，化學組修習學士學位所必要的數學基礎。
群論及其在化學上的應用.向量,行列式,矩陣及線性轉換等。Establish the mathematical foundation necessary for chemistry group training bachelor's degree in addition to microscore.
Group theory and its application in chemistry. Vectors, determinants, matrix and linear conversion, etc.
介紹基礎的線性代數與群論以及其在分子對稱性、分子軌域、和分子振動模式的應用。
Introduces the linear generation and group discussion of the basis and its application in molecular cohesion, molecular domain, and molecular vibration modes.
教科書：
(1) E. Steiner, The Chemistry Maths Book
(2) Peter Atkins and Julio de Paula, Atkins' physical chemistry (10th edition)
參考書：
R. G. Mortimer, Mathematics for Physical Chemistry
S. L. Ross, Introduction to Ordinary Differential Equations
H. Margenau and G. M. Murphy, The Mathematics of Physics and Chemistry
A.Vincent, Molecular Symmetry and Group theory
F. A.Cotton, Chemical Applications of Group Theory
Textbook:
(1) E. Steiner, The Chemistry Maths Book
(2) Peter Atkins and Julio de Paula, Atkins' physical chemistry (10th edition)
Reference book:
R. G. Mortimer, Mathematics for Physical Chemistry
S. L. Ross, Introduction to Ordinary Differential Equations
H. Margenau and G. M. Murphy, The Mathematics of Physics and Chemistry
A.Vincent, Molecular Symmetry and Group theory
F. A.Cotton, Chemical Applications of Group Theory
| 評分項目 Grading Method | 配分比例 Grading percentage | 說明 Description |
|---|---|---|
| 出席,上課表現出席,上課表現 Attendance, class presentation |
20 | |
| 考試(4次)考試(4次) Exam (4 times) |
80 |
